Michael Lacey: Cracking Mathematical Problems

The world of figures requires great minds. Solving mathematical problems is not something for the faint-hearted. It requires determination and genius minds.

The world’s major problems have been solved through mathematical calculations. In America, one great mathematician in existence is Michael Lacey who has made a lot of contribution in the mathematical field.

He has also made great contributions in different fields of mathematics such as probability, ergodic theory. Michael has laid more emphasis in the field of harmonic analysis.

He has held postdoctoral positions at the University of North Carolina (UNC) and Louisiana State University. At the UNC, together with his colleague Walter Philipp they demonstrated the central limit theorem.

The central theorem limit is a probability theory which establishes that if independent variables are added, the sum of the variables tends to form a normal distribution even though the original variables are not typically distributed. Read more: Michael Lacey | Wikipedia and Michael Lacey | Mathalliance

This transform had been developed by Alberto Calderon but was solved in 1996 by Lacey and Christoph Thiele for which the duo won the Salem Prize. Hilbert transform is an important concept in finding the function of an actual variable.